The Department of Mathematical Sciences offers an Honours Bachelor of Science and and an Honours Bachelor of Arts.
As a requirement for an Honours Degree in mathematics, students are required to take Math 4301 (Honours Seminar). Starting in 2010, all students who wish to graduate with an Honours Degree in mathematics are required to write a project on a topic of mathematics.
Compiled below is a list of resources for students in this program. Students in other programs may also find this list useful.
LaTeX Resources
As part of this course, you will learn how to use LaTeX, a typesetting program for mathematics. Here are some resources for you:
LaTeX Templates
Here are LaTex templates that you should use for your honours projects.
Math Writing Resources
Here's some information to help you with your math writing.
Math Talks Resources
Here's some information to help you with your math talks:
Online Math Resources
Since you will need to hunt out your own resources, here's how to find information.
- MathSciNet This is a mathematician's favourite tool! You need to be on campus to access this one. You can access it at home, but you need to go through the library.
- Math arXiv PrePrint Server Preprints of papers, freely available. Since these papers haven't been referred, treat with caution (many are fine, but there are incorrect papers on the arXiv).
- Google Scholar A good source of information, but lots of "noise". For math, MathSciNet is better.
- If you are looking for a research topic, you may want to check out the following journals:
- Student Mathematical Library The American Mathematical Society has put together a nice series of books on topics accessible to advanced undergraduates. Lakehead's library has many of these books.
- Springer Link is a publisher of advanced math books. Many of the books you can download free through Lakehead's library, or buy a print-on-demand copy for cheap ($25).
- Still stuck finding a topic? You can always browse the list of Mathematics Topics on Wikipedia to get you going.
Past Students and Projects
Below are a list of recent graduates, and where available, a copy of their project.
Year | Student | Faculty Advisor | Project Title |
2016 | Tianna Barnes | Dr. R. Anisca | Four Formulas for Pi |
2016 | Daniel Cox | Dr. G. Lee | Units in Group Rings |
2015 | Kelly Sedor | Dr. D. Li | The Law of Large Numbers and Its Applications |
2015 | Dylan Spivak | Dr. M. Ilie | An Introduction to Topological Groups |
2015 | Alexandra Hudyma | Dr. M. Ilie | Linear Functional Analysis |
2015 | Alicia Marinis | Dr. F. Ting | Some Mathematical Models of Cancer Tumours |
2015 | Samuel Budd | Dr. R. Anisca | The Distribution of Prime Numbers and Its Applications |
2015 | Wade Shasky | Dr. W. Huang | Markov Chains and Its Applications to Golf |
2015 | Kaitlyn Hindman | Dr. F. Ting | Pricing of Options |
2015 | Jenny Duffy | Dr. Y. Chen | Game Theory and Nash Equilibrium |
2014 | Nicole Anderson | D. Li | Central Limit Theorem and its Applications |
2014 | Lindsey Daniels | G. Lee A. Van Tuyl | Group Theory and the Rubik's Cube |
2014 | Vishal Malik | M. Ilie | A Glimpse into Topology |
2014 | Dennis Stauffer | M.G. Viola | The Free Central Limit Theorem: a Combinatorial Approach |
2013 | Zachary Dejardine | D. Li | Poisson Process and applications in hockey |
2013 | Mitchel Gallinger | J. Biermann A. Van Tuyl | Grobner Bases: ideal membership and graph colouring |
2013 | Jese Krauel | J. Biermann A. Van Tuyl | Some methods of primality testing |
2013 | Timothy Miao | R. Anisca | Pathological real-valued continuous functions |
2013 | Andrew Misner | A.J. Dean | Hilbert''s Tenth Problem |
2013 | Courtney Remani | L. Liu | Numerical methods for solving systems of non-linear equations |
2012 | Carrie Bragnalo | F. Ting | Minimal Surfaces and Soap Films |
2012 | Ashley Hindman | F. Ting | The Pricing of Options Using the Black-Scholes Model |
2012 | Ashley Koevoet | D. Li | The Study of Discrete-Time Markov Chains |
2012 | Myles Peterson | W. Huang | Generating and Assessing Methods used in Medical Mathematics |
2012 | Jessica Reinikka | A. Van Tuyl | Mutually Orthogonal Latin Squares and their applications |
2012 | Rachael Sundell | A.J. Dean | Seifert Matrices and the Alexander Polynomial |
2011 | Ben Babcock | A.J. Dean | ZFC Set theory and the Banach-Tarski paradox |
2011 | Andrew Brown | W. Huang | Multiple Linear Regression |
2011 | Andrew Garro | W. Huang | Statistical analysis in social research: significance testing and measures of associations |
2011 | Kyla Groulx | R. Anisca | Four formulas for Pi and some remarkable limits |
2011 | Brittany Milton | R. Anisca | The Connection among prime numbers and natural logarithms |
2011 | Aaron Pearson | M. Ilie | Topological Groups and the Haar Measure |